{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e51fcae1-738a-4942-aac6-2e0cf918439f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "427 596 3\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x576 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt       # 导入matplotlib库用于图像显示\n",
    "from skimage import io              # 导入skimage库中的io模块用于图像读取\n",
    "import numpy as np                  # 导入numpy用于数组操作\n",
    "from matplotlib.font_manager import FontProperties  # 导入字体管理工具\n",
    "\n",
    "# 读取SimHei字体（确保SimHei.ttf在当前工作目录）\n",
    "font = FontProperties(fname='SimHei.ttf')\n",
    "\n",
    "def mix(image1, image2):\n",
    "    image2 = image2.copy()\n",
    "    (h, w, c) = image1.shape\n",
    "    (h2, w2, c2) = image2.shape\n",
    "    for i in range(h):\n",
    "        for j in range(w):\n",
    "            n = int(image1[i,j,0]/3 + image1[i,j,1]/3 + image1[i,j,2]/3)\n",
    "            if image1[i,j,0] > n*1.08 :\n",
    "                image2[i,j,0] = image1[i,j,0]\n",
    "                image2[i,j,1] = image1[i,j,1]\n",
    "                image2[i,j,2] = image1[i,j,2]\n",
    "    return image2\n",
    "\n",
    "image = io.imread('monkey.jpg')\n",
    "(h, w, c) = image.shape\n",
    "print(h, w, c)\n",
    "image2 = io.imread('moon.jpg')\n",
    "\n",
    "image3 = mix(image, image2)\n",
    "\n",
    "axes = plt.subplots(1, 3, figsize=(8, 8))[1]  # 创建1x3的子图布局，图像大小为8x8英寸\n",
    "axes[0].imshow(image)\n",
    "axes[0].set_title('原图像', fontproperties=font)  # 设置标题并指定字体\n",
    "axes[1].imshow(image2)\n",
    "axes[1].set_title('原图像二', fontproperties=font)\n",
    "axes[2].imshow(image3)\n",
    "axes[2].set_title('混合像二', fontproperties=font)\n",
    "plt.show()  # 显示图像"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "4a7883c4-fb90-4384-972c-0a991970f290",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
